Wave Equation Based Stencil Optimizations on Multi-core CPU Muhong Zhou∗ and William W. Symes, Rice University SUMMARY As the engine for seismic imaging algorithms, stencil kernels modeling wave propagation are both co

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3. Wave equation migration (i) Reverse time (ii) Reverse depth 1

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Asymptotics of the solutions of the stochastic lattice wave equation Tomasz Komorowski∗ Stefano Olla†

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Chapter VI Second Order Evolution Equations 1

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• Calculus
• Mathematics
• Mathematical analysis
• Operator theory
• Linear algebra
• Wave equation
• Heat equation
• Change of variables
• Hilbert space
• Partial differential equation
• KnuthBendix completion algorithm

Progress and Prospects for Wave Equation MVA William W. Symes TRIP Annual Review, January 2007

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Mathematics of Seismic Imaging Part II - addendum on Wave Equation Migration William W. Symes PIMS, July 2005

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Subsurface Domain Image Warping by Horizontal Contraction and its Application to Wave-Equation Migration Velocity Analysis Peng Shen, Shell International E&P, William W. Symes, Rice University SUMMARY A kinematically cor

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Schrödinger’s Equation in 1-D: Some Examples Michael Fowler, UVaCurvature of Wave Functions Schrödinger’s equation in the form d 2ψ ( x) 2m(V ( x) − E ) =

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Wave Equation Stencil Optimization on A Multi-core CPU Muhong Zhou TRIPMay 6, 2014

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An Inverse Problems for a Non-linear Wave Equation and Inverse Problems in General Relativity (Day 1 - Talk 1) Matti Lassas* Department of Mathematics and Statistics, University of Helsinki, Finland *Email of Presenting

Source URL: ias.ust.hk